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The RD Sharma Class 12 Chapter 3 Solutions are the best to buy. The chapters and exercises in RD Sharma Class 12 may be difficult for a student to grasp. They will find it easier with RD Sharma Class 12th Exercise 3.14. Students can now use these solutions to solve any Relationship problem. The questions and answers are written in a way that students can easily understand. These solutions lay the groundwork for students' understanding of mathematics. The concepts are now easily understood by the students.
Many students find mathematics a difficult subject. These solutions will make students happy because they will learn all of the concepts quickly and easily. With these solutions, the approach to learning and understanding topics will be forever altered. RD Sharma Solutions is here to ensure that every student excels in mathematics, so the book includes various tricks and tips.
Inverse Trigonometric Functions Excercise: 3.14
Inverse Trigonometric Functions Exercise 3.14 Question 1(i)
Answer:Inverse Trigonometric Functions Exercise 3.14 Question 2 sub question 2
Answer:Inverse Trigonometric Functions Exercise 3.14 Question 2 sub question 4
Answer:Inverse Trigonometric Functions Exercise 3.14 Question 2 sub question 5
Answer:
Hints: First we will convert in
Given:
Explanation:
L.H.S:
Hence it is proved that
Inverse Trigonometric Functions Exercise 3.14 Question 2 sub question 7 .
Answer:
Hint: First we will solve for
Given:
Explanation:
L.H.S:
Hence it is proved that
Hint: First we will solve for
Given:
Explanation:
L.H.S:
Hence it is proved that
Inverse Trigonomeric Functions Exercise 3.14 Question 2 Sub Question 10.
Answer:Inverse Trigonomeric Functions Exercise 3.14 Question 3 .
Answer:Inverse Trigonomeric Functions Exercise 3.14 Question 4 Sub Question 1 .
Answer:Inverse Trigonomeric Functions Exercise 3.14 Question 4 Sub Question 2.
Answer:
Hint: First we will convert into
Given:
Explanation:
L.H.S:
Hence it is proved that
Inverse Trigonomeric Functions Exercise 3.14 Question 6.
Answer:
Hint: First we will convert into
Given: for
Explanation:
Let
Hence the constant value for is
Inverse Trigonomeric Functions Exercise 3.14 Question 7 Sub Question 1.
Answer:
Inverse Trigonomeric Functions Exercise 3.14 Question 7 Sub Question 2.
Answer: 0
Given:
Hint: Since applying it.
Solution: We have,
=0
Hence,
Inverse Trigonometric Function Exercise 3.14 Question 8 Sub Question 1.
Answer:Inverse Trigonometric Function Exercise 3.14 Question 8 Sub Question 2.
Inverse Trigonometric Function Exercise 3.14 Question 8 Sub Question 3.
Answer:Inverse Trigonometric Function Exercise 3.14 Question 8 Sub Question 4.
Answer:Inverse Trigonometric Function Exercise 3.14 Question 8 Sub Question 5.
Answer:Inverse Trigonometric Function Exercise 3.14 Question 8 Sub Question 6.
Answer:Inverse Trigonometric Function Exercise 3.14 Question 9.
Answer:
Given:
Hint: Using
Solution: Let us assume
Dividing numerator and denominator by we get
Hence
Inverse Trigonometric Functions Exercise 3.14 Question 10.
Answer:Inverse Trigonomeric Functions Exercise 3.14 Question 11.
Answer:
Given: For any a, b, x, y > 0
We have to prove that
where,
Hint: First we will divide numerator and denominator of first function and second function by and
respectively, then use
Solution: Let us assume
Dividing numerator and denominator of first function and second function by and
respectively.
We know that,
Hence, Where
RD Sharma Class 12 Solutions Chapter 3 Exercise 3.14 involves inverse trigonometric problems related to cosecant, secant, cosine, tangent functions. Solving these problems will make a student grasp better and perform well in exams.
In calculus, Inverse Trigonometric Functions are used to find various integrals. In addition to mathematics, inverse trigonometric functions are applied in science and engineering. Students will learn about the domain and range restrictions of trigonometric functions that ensure the existence of their inverses and how to observe their behavior using graphical representations and examples.
The specific exercise 3.14 has 31 questions, including subparts, and now a student can practice a lot and gain knowledge about the topic. In addition, this exercise will help in overall understanding of the chapter. RD Sharma Class 12 Solutions Chapter 3 Exercise 3.14 has practice questions which are to be solved and are important for exam point of view. The concepts are now easily understood by the students.
Created by experts
With these solutions, the approach to learning and understanding topics will be forever altered. RD Sharma Solutions is here that has been created by a team of experts to ensure that every student excels in mathematics, which is why the book includes a variety of tricks and tips.
Best solutions for preparation
RD Sharma Class 12 textbook has high-level questions which sometimes become difficult for a student to solve. The RD Sharma Class 12 Solutions makes it easy. The chapters and exercises are covered wonderfully to help students in every possible way.
Students can refer to these solutions to gain extra knowledge about the topics. It is advisable to solve the practice questions to avail the benefit of these solutions.
NCERT based questions
Students can refer to these solutions to gain extra knowledge about the topics. It is advisable to solve the practice questions to avail the benefit of these solutions. The questions are set from NCERT books as teachers consider it as a standard.The students must buy RD Sharma Class 12 Solutions Chapter 1 Ex 1.2 to score well in board exams.
Different ways to solve a question
As the team of experts format the solutions, there are many ways which come out to solve one question. A student gets benefit from this technique. Here the illustrated examples are also included to make the learning easy and clarify the concepts a priority.
Free of cost
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Chapter-wise RD Sharma Class 12 Solutions
RD Sharma Class 12 Maths Book is the best book for preparation for any exam. This book will take you to your goal if you want to give competitive exams like IIT JEE. RD Sharma Class 12 Maths Solutions Chapter 3 Exercise 3.10 has everything like examples, tips, tricks, and practice questions to grab a hold on the subject.k
Yes, the solutions by Career360 are free and updated with the latest questions of the book. You can avail the benefits by going to the website. The high quality of these solutions will increase the grasp on every topic.
The solutions are beneficial for every student because of the easy language and explained topics. For example, RD Sharma Class 12 Maths Solutions Chapter 3 Exercise 3.5 has everything a student requires to score well and compete better in exams.
The inverse trigonometric functions of sine, cosine, tangent, cosecant, secant and cotangent are used to find the angle of a triangle from any of the trigonometric functions.
The inverse trigonometric functions are helpful in geometry, physics and engineering too.
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